2017
DOI: 10.1070/qel16368
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New laser technologies in ophthalmology for normalisation of intraocular pressure and correction of refraction

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Cited by 15 publications
(11 citation statements)
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“…Unlike irradiation by a Gaussian beam used here and previously in , panel (B) corresponds to the irradiation performed with a ring‐shape, wider beam that produces a smoother distribution of temperature profile more adequate for cornea reshaping in problems of eye refraction correction. The power density was close to that in and test experiments described below, in which the irradiation intensity was ~30% higher than the optimal level deduced from data …”
Section: Structural Changes In Collagenoues Tissues Produced By Modersupporting
confidence: 83%
“…Unlike irradiation by a Gaussian beam used here and previously in , panel (B) corresponds to the irradiation performed with a ring‐shape, wider beam that produces a smoother distribution of temperature profile more adequate for cornea reshaping in problems of eye refraction correction. The power density was close to that in and test experiments described below, in which the irradiation intensity was ~30% higher than the optimal level deduced from data …”
Section: Structural Changes In Collagenoues Tissues Produced By Modersupporting
confidence: 83%
“…The expressions for the radial and angular components of the thermal stress tensor were obtained in the analytical form by solving the thermoelasticity equations assuming cylindrical symmetry of the temperature field T ( r )created by the heating laser beam. Then, under laser irradiation of a tissue layer by laser beam with cylindrical symmetry, the resultant thermal stress (described by the difference between the angular and radial component of the thermal stress tensor) can be written in the following form convenient for numerical integration, which we used earlier in works : σtherm=italicαE()normalΔT()r+2r20rnormalΔT()r'r'italicdr' where α is the coefficient of thermal expansion, E is the Young modulus and Δ T ( r ) is the temperature increase from the background value. Taking into account that for biological tissues with Poisson's ratio close to 0.5, the Young modulus E is related to shear modulus G as E = 3 G and the nomalized temperture increase can be written as normalΔtrueT˜()r=normalΔT()r/normalΔT()r=0.…”
Section: Methodsmentioning
confidence: 99%
“…Laser treatment of tissues is a rapidly developing field of biophotonics and medical physics in general. Biologically, nondestructive laser‐induced modification of several types of collagenous tissues, such as cartilaginous tissue , sclera and cornea, is a perspective branch of this field. For example, the laser‐induced temperature and thermal‐stress fields allow for changing the cartilaginous sample shape, which can be used for manufacturing allo‐ and autoimplants.…”
Section: Introductionmentioning
confidence: 99%
“…Using a laser helps changing the conformation of collagen molecules located on the periphery of the cornea and in the limb. The method uses a special header that creates a circular distribution of the intensity of laser radiation [8][9][10][11], that allows us to achieve a more uniform effect of the weakening of mechanical stresses and leads to a reduction in laser-induced complications, since symmetric with respect to the paracentral zone cornea, but sequential irradiation of a number of points can lead to asymmetry of the corneal tension in the optical zone and the occurrence of astigmatism, keratoconus and other complications [8]. In addition, research is being carried out in the direction of developing a control system that allows one to determine the threshold for the onset of stress relaxation in the corneal tissues during laser irradiation.…”
Section: Introductionmentioning
confidence: 99%